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Béatrice M. Rivière, Noah Harding Chair and Professor of Computational and Applied Mathematics, Rice ³Ô¹ÏÍøDiffuse Interface Methods for Two-Phase Flows in Digital RockModeling multicomponent flows in porous media is important for many

Persi Diaconis, Mary V. Sunseri Professor of Statistics and Mathematics, Stanford ³Ô¹ÏÍøADDING NUMBERS AND SHUFFLING CARDSWhen numbers are added in the usual way, 'carries' accrue along the way. It is natural to ask 'how do the carries go

Lou Pecora, Naval Research LaboratoryCluster Synchronization of Chaotic Systems in Complex NetworksThe concept of synchronized systems has been around for centuries with one of the earliest studies being on the synchronization of clocks by

Owen Miller, Department of Applied Physics, Yale ³Ô¹ÏÍøUpper bounds to electromagnetic response via convexity, causality, and dualityNanophotonics, the study of light interacting with materials patterned at the scale of the wavelength, is

Laura Miller, Department of Biology, ³Ô¹ÏÍø of North Carolina - Chapel HillFlow through the hairy appendages of small animals: The leaky rake to solid plate transition.Numerous small organisms that swim, fly, smell, or feed in flows at the

Bengt Fornberg, Department of Applied Mathematics, ³Ô¹ÏÍø of Colorado BoulderEuler-Maclaurin without analytic derivativesWe consider here the Euler-Maclaurin (EM) formulas in the context of approximating infinite sums. If the function to be

Katie Oliveras, Department of Mathematics, Seattle ³Ô¹ÏÍøMeasuring Water Waves: Using Pressure to Reconstruct Wave ProfilesEuler's equations describe water-waves on the surface of an ideal fluid. In this talk, I will discuss an inverse problem

Jeremy Hoskins, Department of Mathematics, Yale ³Ô¹ÏÍøElliptic PDEs on regions with cornersMany of the boundary value problems frequently encountered in the simulation of physical problems (electrostatics, wave propagation, fluid dynamics in

Dan Larremore, Department of Computer Science, ³Ô¹ÏÍø of Colorado BoulderComplex Networks, Math, and Malaria: From Evolution to EpidemiologyProgress in the global battle for malaria elimination has flatlined since 2015, with the single-cell

Leonid Berlyand, Department of Mathematics, Penn State ³Ô¹ÏÍøPDE models of Active MatterIn this talk we attempt to demonstrate how mathematical analysis could be helpful in the study of active matter, with the focus on active gels and cell